spherically

基本解釋

Well, essentially what that tells is that these s orbitals are spherically symmetrical.
實(shí)際上它告訴我們,這些s軌道,是球?qū)ΨQ(chēng)的。
The researchers say that the symmetric and isotropic universe should have formed from a spherically symmetric explosion.
研究者說(shuō)對(duì)稱(chēng)的，各曏同性的宇宙應(yīng)該是形成於一個(gè)球?qū)ΨQ(chēng)的大爆炸中。
So, doing those probability density dot graphs, we can get an idea of the shape of those orbitals, we know that they're spherically symmetrical.
概率密度點(diǎn)圖上,我們可以對(duì)這些軌道的形狀，有個(gè)大概了解,我們知道它們是球，對(duì)稱(chēng)的,我們今天不講。

This is the radial probability distribution formula for an s orbital, which is, of course, dealing with something that's spherically symmetrical.
這個(gè)ｓ軌道的,逕曏概率分佈公式，它對(duì)於球?qū)ΨQ(chēng),的情形成立。
麻省理工公開(kāi)課 - 化學(xué)原理課程節(jié)選
So, doing those probability density dot graphs, we can get an idea of the shape of those orbitals, we know that they're spherically symmetrical.
概率密度點(diǎn)圖上,我們可以對(duì)這些軌道的形狀，有個(gè)大概了解,我們知道它們是球，對(duì)稱(chēng)的,我們今天不講。
麻省理工公開(kāi)課 - 化學(xué)原理課程節(jié)選
It makes sense to draw the wave function as a circle, because we do know that 1 s orbitals are spherically symmetric.
把波函數(shù)畫(huà)成一個(gè)圓是有道理的，因爲(wèi)我們知道1s軌道是球?qū)ΨQ(chēng)的。
麻省理工公開(kāi)課 - 化學(xué)原理課程節(jié)選